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Teka-teki Pythagoras & Segitiga Istimewa (Kelas 8)

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Teka-teki Pythagoras & Segitiga Istimewa (Kelas 8)

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True/False singkat tentang teorema Pythagoras dan segitiga istimewa.

Created by

Wardatuljannah Ismail
Wardatuljannah Ismail
Indonesia

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Teka-teki Pythagoras & Segitiga Istimewa (Kelas 8)
 

Teka-teki Pythagoras & Segitiga Istimewa (Kelas 8)Online version

True/False singkat tentang teorema Pythagoras dan segitiga istimewa.

by Wardatuljannah Ismail
1

Segitiga sama kaki memiliki dua sisi yang sama.

2

Segitiga sama sisi memiliki semua sisi sama panjang.

3

Sisi miring segitiga siku-siku selalu lebih pendek daripada jumlah kedua kaki.

4

Segitiga 30-60-90 memiliki perbandingan sisi 1:√3:2.

5

Pada segitiga siku-siku dengan sisi a, b sebagai kaki dan c sebagai hipotenusa, maka a^2 + b^2 = c^2.

6

Segitiga 3-4-5 tidak memenuhi teorema Pythagoras.

7

Segitiga sama kaki tidak bisa memiliki sudut siku-siku.

8

Segitiga dengan sudut 90 derajat adalah segitiga siku-siku.

9

Teorema Pythagoras dapat digunakan untuk menentukan sisi mana pun pada segitiga mana pun.

10

Dalam segitiga 30-60-90, sisi miring adalah 1, bukan 2.

 
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